Respuesta :
Answer:
2,300 units and $1,600
Step-by-step explanation:
The computation of the expected number of units demanded is shown below:
x F(x) xf(s)
Unit Demand Probability
0 0.10 0
1000 0.10 100
2000 0.30 600
3000 0.40 1200
4000 0.10 4000 400
Total 2,300
Hence, the expected number of units demanded is 2,300 per month
b. Now the gain or loss is
Since the number of units demanded is 2,300 and its cost is $8 so the total cost is
= [tex]2,300\ units\times\$8[/tex]
= $18,400
And, the total sales cost is
= [tex]2,000\ units\times\ $10[/tex]
= $20,000
So, the gain is
= $20,000 - $18,400
= $1,600
The expected number of units that will be demanded for the total months will be 2300.
How to calculate the demand
The computation of the units demanded will be:
Unit demand Probability Total
0. 0.10. 0
1000. 0.10. 100
2000. 0.30. 600
3000. 0.40. 1200
4000. 0.10. 400
Total = 100 + 600 + 1200 + 400 = 2300
Then, the total cost will be:
= 2300 × $8
= $18400
The total revenue will be:
= 2000 × $10
= $20000
The gain will be:
= Total revenue - Total cost
= $20000 - $18400
= $1600
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